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Snubber
Circuit Design Calculators See our other Electronics Calculators. Driving inductive loads with transistor switches, whether they be flyback transformers, relays or motors often result in the high voltage resonant spikes when the coils are interrupted from their current current source by the transistor. There are various ways of mitigating these undesirable spikes which cause component failures and EMI issues. The most common approach is to use snubber circuits. This engineering tutorial article not only explains common snubber circuits but provides several design calculators, that make snubber design easy.
Figure 1  Coil driving circuit showing the use of a RCD clamping snubber (D1,C1,R1) and a RCD rate of voltage rise snubber (D2,R2,C2).
Method 1  RCD Rate of Voltage Rise Snubber Circuit With this method we want to limit the rise of the voltage when the transistor switch is shut off. Another way of stating the problem is that we want the drain or collector of the transistor to snap back to the rail voltage in dt seconds. When the transistor shuts off the current is at it's peak value. We can use the following equation to find the necessary capacitance to limit the rise time to a given value. Ipk= C*dV/dt C= Ipk*dt/Vrail We want to only affect the leading edge of the rising voltage and so the time constant (TC) of the RC element must be a fraction of the period. We use the time constant formula for choosing R. RC= TC A rule of thumb is to choose Tc to be 1/10th the switch on time. R= TC/(C*10)= 1/(f*C*2*10)= 1/(f*C*20) Energy stored in the capacitor is fully dissipated on each cycle through the resistor, so the power that the resistor must dissipate is: P= E_{c}*f= (1/2*C*V^{2})*f
When determining the values of the rise time snubber components empirically there are several relationships that can be exploited.
Here are some other tips:
Method 2  RCD Clamping Snubber Circuit The clamping snubber is essentially a peak detector circuit used for AM demodulation consisting parallel cap and resistor which is fed by a rectifier. The RC filter is designed to tract the envelope of the AM wave. In this case where the switching frequency is normally constant, the RC circuit will have a ripple induced by the peak inductor current. The voltage can be clamped to a desired maximum dV value by selecting an appropriate valued capacitor. The purpose of the resistor is to fully dissipate the charge on the capacitor each cycle. This circuit is often found in power supply circuits and they are used to clip the ringing that occurs because of the resonance of the leakage inductance with the output capacitance of the transistor. MOSFETs often have a maximum drain to source voltage which should not be exceeded. The clamp can be designed so that this maximum voltage is never exceeded. The value of the capacitor can be determined by selecting how much voltage change can occur. This delta V is denoted as dV, and can be considered a ripple voltage. We look at the energy flowing out of the coil into the capacitor, and find that the initial energy of the capacitor plus the inductor energy is equal to the fully charged capacitor: E_{C0} +E_{L}= E_{CT} 1/2*C*V^{2}+1/2*L*I^{2}= 1/2*C*(V+dV)^{2} In this case I is the peak current of the inductor, and V is the lowest voltage seen on the RC circuit. Solving for C: C= L*I^{2}/(dv(dv+2V)) R is chosen such that the time constant is long relative to the period; a time constant of 10 times the period of the switching frequency would be a good choice. R= 10/(f*C) The power is equal to the energy from the inductor dissipated into the resistor each second. P= F/2*L*I^{2}
Follow these tips when fine tuning the clamping snubber:
Method 3  NonDissipative Snubber Circuit Both of the preceding snubber circuits can dissipate large amounts of power through the corresponding resistors. Not only does this cause inefficiencies, but it creates heat transfer problems, and increases component sizes. The following nondissipative snubber in figure 2 is overcomes these problems by storing the leakage voltage spike energy into a capacitor when the transistor shuts off. When the transistor turns on again, energy is poured into a parallel inductor, which resonates with the storage capacitor.
Figure 2  Nondissipative snubber circuit. Energy is stored into C1 when the transistor turns off. When Q1 turns on, L2 and C1 form a resonant circuit, and energy that swashes above VP+V_{D1} is transferred back to the load L1. The resonant circuit formed by L2 and C1 when Q1 is turned on rings at a frequency of: F=1/(2*PI*sqrt(L2*C1)) The voltage across L2 will ring negative for the first ring cycle, and then will ring positive for the second. When the voltage across L2 is positive and exceeds VP+ 2*V_{D} all of the leakage energy is transferred back into the supply. The design steps for selecting component values are simple. First select a capacitor which slows the rise time sufficiently, to lower the overshoot. Selection of the capacitor is by trial and error, since the magnitude of the leakage inductance isn't usually known before hand. After selecting C1, select an inductor such that the two cycle ring period is less than the minimum on time of the transistor  T_{on}. L_{1}= T_{on(min)}^{2}/(4*PI^{2}C_{1}) References Abraham I. Pressman, Switching Power Supply Design, , ISBN 0070522367
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